Explore the fascinating realm of randomness in number theory through this illuminating lecture by Peter Sarnak from Princeton University. Delve into topics such as Pi, finite fields, graphs, quantum gates, parity, the Prime Number Theorem, and modular forms. Gain insights into the Riemann Hypothesis and its proof as you journey through this comprehensive exploration of mathematical concepts. Enhance your understanding of number theory and its intricate relationship with randomness in this engaging Simons Institute Open Lecture from Spring 2019.
Overview
Syllabus
Introduction
Pi
Finite Field
Graphs
Quantum gates
Parity
Prime Number Theorem
Modular Forms
Conclusion
Proof
Riemann Hypothesis
Taught by
Simons Institute
